![7-Amino-2-methyl-3-[3-(trifluoromethyl)phenyl]pyrazolo[1,5-a]pyrimidine-6-carbonitrile](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABH9AAAR/QE+Nt2uAAAC3XpUWHRtb2xTb3VyY2UAAHichZZtb5swEMe/yonXi7HPxjZVkqpqVWlSuxdbJ+3d5BLaIgWogObh2+8MSRpIByKJ7fP/dzbc+cj8epevYZNWdVYWi0AwHkBaJOUqK14Xwe+n+5kNrpfzhEQkLOpF8NY071dhuN1uWfKW5m5XFiwp86Cbv9rVWU+zlaysXkPkXIR/Hh9+tcwsK+rGFUlKVJ1d1a3xoUxc0+7iP0uEuas2WRF28jCvNp23v8j9h7NdvQo+7+WW5m4IhZdsncJLWeWugQ1yRh/+DV7TIq1ck67geU9myRTd+3L+eFcmH3laNNT1HrLErX811UdChrxcp8kHOaPO97tFkAsCXFPmN1Xl9uB73uwEOAQnwSlwETgNzoCz4GJwgtOX5gUJBCkESQRpBIkEqQTJBOmQdOj9kA4lxWSd+k097d9TujO4hR903bbf42//um8vmqNHjItgxpkUsQbBELkCZAIjDZJFMUdQLEYZHxvNMDL62ByMB+WBE0yr2NBI29ZILiVwpmPLwa8kMaKhUFLBTDArbQwzyaSK0I8jYQ3MyBW5BEOO6UFYWiai3Nv7vQomOVo4tRSvSMe+jSSNKYLSIG3CGGqOVnLITdda1R9Hyi9I8RVSwiyihQ3ZNdOIyrexQu3tJrbodVLKyNuFsNK3SloaG9Kr1o8WFJ7TLjgtQ3kQnhJhOX8ui9VZF7LVIngWQZshP9OXGg9JEkBZrdKKzp134KXnAPYBn1In4OYrQPYBn4DjgOoDPl3HgagP+OQevwd9AZjxFUwf8AdnHLB9wB+zcSDuA+2hHCf8/OA5TSLDaLfnfoK5DPgkMgh5V1rGQyIGUe9K0cQ6g8B3pWuCGcS+K3UTzCD8XWmcYAYZ0JXSCSb+4hlMMMi/WMdOHOFhGrTlfYLBSwb5BDPMA8+ICUZdHDWcqkiDNDi+nQ6M/GTCsxIYHt+b1L14p4ZnL9yQ/mYs/wF/WXCengnMSQAAQ/dJREFUeF7t3Qn81VP+x3HMDLKNJdtYxy5ZxlJEZCtS9hqMpBEGJRWNCEmhvwhNlCgVkrSqiNI2qSiKUqR9o1R+Raucf+/TfK/7O7/f3c5v+37vfT0fj/tIv/O99/e9t5nzvt/vOedzdjAAAHjYwf0BAADpIEAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgTIcWec0dU+XnhhkttkBe2uRD8PpGpH9BEgQI4LOvrKlbuZBQvWuM0JgyDRzwOp2hF9BAiQ44KOXo9GjYa5zQmDINHPA6naEX0ECJDjgo6+cePh9s8xY+YX2u5K9PNAqnZEHwEC5Ligo58/f42pVKmbqV37LbNp068F2l2Jfh5I1Y7oI0CAHBff0XfoMMH+d7duUwttjxf8PNUD2YsAAXJcfEefl7fRXHRRT1Olymtm+fJ1BdrjuUGR6IHsRYAAOc7t6N95Z6b9e4sWHxXaHkj080CqdkQfAQLkOLej37r1N1O3bj/7s8mTlxRoDyT6eSBVO6KPAAFyXGEdfRAcdeq8U2i7JPp5IL79s8+W2inC55/fw9So0du0aTPW/PTTBucZiBoCBMhxiYKgWbMRsbbC2hP9PBDf3rDhYDN27AKzZs0Gs2rVetOu3TjTpMn7zjMQNQQIkOMSBcGiRXnm7LO7JWxP9PNAsvZfftlsr0YQbQQIkOOSdfSqj5WoPdHPA8natVhRVyWINgIEQKmaPXulufzyN8w33/zoNiFiCBAApWbKlKU2PKZOXeY2IYIIEAClYsSI78xll/U2M2b84DYhoggQACXujTemmyuueNPMm1ewXDyiiwABkM+ECYvM0qVr3R8XSTCg7j40GwvRRYAAiNEajbPOesXcf/8ItwkogAABELN4cZ69MrjrrqFuE1AAAQIghgBBJggQADEECDJBgACIIUCyQzBJQZUECpOsSkAmCBAAMQRIdggConLlbmbBgoJTpwkQAMWOAMkOQUDooTL6LgIEQLEjQLJDEBCNGw+3f6p4ZWHtRUWAAIghQMJt4cKfTMuWI82jj452m/IJAmL+/DWmUqVupnbtt8ymTb8WaC8qAgRADAESTuvWbTIdO06M7c9y++1D3EPyiQ+IDh0m2P/u1m1qoe1FQYAAiCFAwkX70w8cOMtccklP++9ywQU9TK9e082WLVvdQ/OJD4i8vI3moot6mipVXjPLl68r0F4UBAiAGAIkPFTy/qab+tt/D5WX0T7yKjWTDjcg3nlnpv17ixYfFdruiwABEEOAlL1ly9aZBx/8KNbJa+fGWbNWuocl5QaErmTq1u1nfzZ58pIC7b4IEAAxBEjZ2bBhi+nS5TN7q0n/Bip/rz1UfBQWEEFw1KnzTqHtPggQADEESNkYPnyO3alRn/25575munadYjZu3OIelrZEAdGs2YhYW2HtmSJAAMQQIKVr5swVpkGDQbEO/eGHR5nvv98+0J0ODYq3bj3aPPLIx/l+niggFi3Ki83kKqw9UwQIgJiFC1eYo4++y9xyywtuE4rR99+vMPff/6odHFdHXq/eADNt2nL3sIR0daKrFF2t6Pk33NAvX3uygFB9rGTtmSBAAMTMnbvAlCt3qLniihvdJhSDTZs2maeeesrsueeepnz5qqZq1afN4MGzzW+/uUcm9sEHc+z4iAJA4yUKEo2flAUCBEDMd999Z3bYYQdzySWXuE0oooEDB267ujvafr4777yzefjhtmbduvSm5crXX680t902OHb1oBXpwbqOskKAAIghQIrfjBkzzMUXX2w/Vz2uvPJKM2fOHPewhLT24/HHx8Rud/3jH/3N55+nf7urJBEgAGIIkOKzatUqc88995g//vGP9jOtUKGC+eij7Qv50rF581bTs+c0c/75PWxwXHppLzNo0Cy7piMsCBAAMQRI0W3ZssV06tTJ7Lvvvvaz1J/6u36errFjF5hrrnnbBodmTT3//ETz88+b3MPKHAECIIYAKRpdYehKQ5+hrjx0BaIrkXTNm7fG3H33sNg4x333vW8r8KZr9eoN5qmnxptWrUa5TSWCAAEQQ4D40ZiGxjaCcQ6NeWjsI11r1vxkHnusty29ruC4/vq+ZuLExe5hCam4Yu/e022xRT3/yiv7mF9/TV5wsTgQIABiCJDM5OXlmRYtWthZVfrcNMtq0KBB7mEJ/frrr6Zz585mv/322/aosi1A2pg+fb7KqPMfP35h7HaXtrB97rmJtvx7aSBAAMQQIOnr3bu3OfDAA+3npXUdTz/9tF3nka5Ro0aZihUrxm53NW7cwqxevdY9LCFtFqXtaoPbXffem9ntruJAgACIIUDSs3TpUrPjjjuanXbayTRo0MAsX57+tNq5c+eaq6++Ona766KLLjJffvmle1hCa9dusptE6WpDwXHddX3NhAmL3MNKBQECIIYASV+fPn3M559/7v44obVr15oHH3zQ7LLLLvYzPuqoo0z//v3dwxLS9N13351pLr54++ZS1ar1MG+++WXKzaVKEgECIIYAKX6//fab6dGjhzn44INjt7vatWtnNm7c6B6a0GefLbX1rhQcWlDYrt04s2bNBvewUkeAAIghQIrXJ598sq3DP8t+prrlVb9+fbNs2TL3sISWLl1rHnjgw9g4xx13vGe++eZH97AyQ4AAiCFAisfixYvNzTffHBvnOOecc8zkyZPdwxJat+5n88wz/bY971UbHLVrv2VGjpzrHlbmCBAAMQRI0WzYsMG0adPG7L777vZzPOSQQ+xsrXTpdlfPnj3NX/7yF7Pffmeb009/xLz66lSzadOv7qGhQIAAiAkCpHLlym4TUmjfvr057LDD7Oe36667mlatWpmff/7ZPSyhiRMn2s89uN3VoMFdZvny9FexlwUCBIA1bdo0U6lSpVgH9vDDD5t168q2XHgUfPHFF+bcc8+N3a6qU6eOmT9/vntYQpoSXK9ePfuZB+GtMIkCAgTIcStXrjR33HGH+cMf/mA7sH322cd+g9Z/61aKbqno1gryW7Fihbn99ttjn9vhhx9uevXq5R6WkGZhtW3b1uyxxx6R/awJEERWMDNFW3QWJmhH4TZv3myee+45s/fee9sOrHz58qZLly62vMaSJUsKfCueNKnwzznX6HN79tlnzZ///Gf72ey///6ma9eu9nNL17vvvmv++te/2udrXchDDz0Uyas9AgSRFQSEVuQuWLDGbSZAkhg+fLg5/vjjbQf2pz/9ydx3331mzZqCn6F7X/6WW26xt1xy1bBhw8xxxx0X+9yaNm1a6OeWyPTp0021atVit7uuvfZaM2/ePPewyCBAEFlBQOihmkAuAqSg2bNnm8svvzzWgV122WVm1qxZ7mH5xM8M0nN0y0W3XjJZCBd1+oz0WQWfmz5DfZbp0m3CO++8M3a765RTTjEff/yxe1jkECCIrCAgGjcebv8cM2Z+oe1QufA19tuyvjWrA9O3aH2bzoRusehWS1CKQ7dgdCsmm+lz09VZ8Lnpqk1Xb+nS7a6OHTvmu0348ssvZ3S7K8wIEERWEBCqSqp9FLTYKn6+PAGyvVy47s/rPr06MN2379Chg+3YfOmWi269BN/GdUtGt2ayiT43jQepw9d7VABovCiTz03Vdk844QT7fAVQkyZNzOrVq93DIo0AQWTFB4Sqk+q/u3WbWmh7Lho/frI57bTTbAemWycNGza0M4eKi27BnHzyybHX1y0a3aqJutGjR9tbTMH70gy1TN+Xtq8NZrLVqFEj5W3CqCJAEFnxAZGXt9FcdFFPU6XKa2b58u2zWXI1QFQ/6f77B5mDDrp8WwdYzpx//vl2rUJJ0Dd13ZKJ/6auWzaZfFMPC11ZXXfddbErqwsuuMCujfGlFeja4jabESCILDcg3nlnpv17ixbb/0/rtme79eu3mJde+ixWP6latdZmwIAR7mElQrdmdIsmGCvQrZv333/fPSyUNLajRZPBFcORRx657X9L77iHoRAECCLLDQjtl1C37vaS15MnLynQns2GDfvWXH75G/b9nnfea/ZWXlnUT9KtGt2yCb7F16xZ03zzzTfuYaGhhX+qV6VzVf2qJ554wtazQnoIEERWYQERBEedOu8UaFeHevvtQ+ysrcGDZ4diP4WimjHjB9OgwaDYe23VapT54Yf06y+VlPfee88ce+yxtmPWfuHNmjUzP/1UututJqNFkWeffbY9P61vUeVcLZ5EZggQRJYbEIFmzUbE2twA0Uyt4OeaufWvf71nd3lbufKXuFcIP53vY4+NNmeeuf291Ks3wEyf/r17WJnSOMgzzzyTb8V2t27dtl0plt0OeloEqcWQwQp71f6KSt2pMCJAEFluQAQWLcrb9u1y+37Rbrtuc02ZstS0b//f2C0fPdQRN2w42G4RGgzCh9HmzVtN9+5fmKpVu9vzrl69txky5BsT5vJJP/zwg50Bpv3D1WlrZtjYsWPdw0qUW3dKuwO+/vrrkao7FUYECCKrsIAIqD5WsvbAtGnLTceOE/NdmehRv/7AbR3MF2bx4jz3KWXm44/nmyuv7GPPTwPlnTpNNr/8UvTZTt9++62duqpZQ+pUg4f+rp8X1xiG9g+vWrVqbHykbt26ZsGCBe5hxS5b6k6FEQEC/M/MmStM586fmquv3t5JB48bb3zXDkrPm5d+zaPiNGfOKnurLTif5s1HeAdbXl6eGTRokGnUqJFd6xCsKk/10DhGxYoVt53Hv0y/fv3MqlX++1S8/fbb5ogjjrCvW65cOfPII49ktG9GurS48cILL4y9h2uuucbMnRu+Xf2ijAABCqFOu2vXKbFZXcHjuuv6mpdf/izjfamD52dSOfinnzaYp54ab8dq1KZz0SSBTGmtxtChQ831119vgyA+GDQuoXUit956q3n00UdN69at7Y56+vOxxx6zP9dK8wMPPDDf8/74xz/aelB9+vTxmrW0fv168/jjj5vddtvNvt6hhx5q3njjDfcwLz/++KMNuqDulBY7ZkPdqTAiQBApGp/w6USLYuHCn8xrr31ubr65f74w0e0kBcKXX/7gPqWA4DmZVA6+6qrtV0JaIKk1Lhq/yYQGsTVorXUNQcevBX8KBd2eWr58ufuUpLSKXVcP2gMjKKyox3777WfHF3xmWWnv8Jtuuin2WlWqVDGffvqpe1hatPr7+eeft/uZBOf10ksvZU3dqTAiQBAZWm1+xRVvmrPOemXbt94tbnOp0CrvXr2m55s6q0fNmm/acipTpy4rdEA7/th0KwdroF8Bpfedqf79++cLDlWS1VjApk2b3EO9aCbVBx98YG644YbY4kGtQn/qqae8VqFPmDDBnHnmmfZ1NNiukMsk4HQu8XWn7r333qyrOxVGBAgi44EHPrSd7COPhON2hNZb9O07w9xxx3s21IIQ0Myonj3zl8AI2kq6crDWMlx11VWx4Khdu7aZMmWKe1ix0vatumUUjKeceOKJ297fGPewlDQjqnv37uaggw6yr7PnnnvaQEoWehrgv+KKK2Lvt3r16ubrr792D0MJIUAQCf37f207WA1wF8fMo+K2atV6M2DALHP33cPsbSqty4gXBERJVg7+8MMPYzWpjjnmGFsNtjR99913sT0ztM7iwQcftLeVMrV27Vrz73//OzZec/TRR5uBAwfmO0a3y5o3bx47RosWtXgRpYsAQejNnbvaFknU2g7NlPKlmUNaNKbyFfHTVfV3/bwoM4virVu3qUDIxQdESVQObteuXWzQWKu+fQa2i4vqSAXjEOedd55ZtmyZe0haFEjxV1MXX3yxnVmlcZ348vRarOhz2wxFR4Ag1PQt/e9/3z4TSmMPmdBmQLol8o9//MMuHAs6omQPHafj9bxMtipNJT4girNysG776H6/zl23fDTFNgy0viPYCldrMLTWxNfIkSPNSSedlO/fSeMkt912m12kiLJDgCDUnn56vO1YNfBc2OB0YXQ1UadOnVh1VT00sHrqqafan6vyavx0Vf1dP1d7MCCsh56vnxdHqQs3IIqjcrDCQyu8da6aZhu2TZ10VaAw1vkdcMABdiGhL90Ka9WqlX0trR2ZOvX3qzeUHQIEoaWBZnWql17ay44xpKIOSrc5ggDYd9997eCuyoqnu1BNx+l4PU/PD15Lr1uUDtANiOKoHNyyZUt7bocddlixrRYvbgo5baUbhMicOXPcQ9Km5+p1Lr30UrcJZYQAQShphpNu82h204QJi9zmfNTpN27cODYGoOmcGttINnsnHXq+XieYHqrX1+9JN4ziFRYQySoHp/Lqq6/GQnL27Nluc+gEIaLbWb5jIgRI+BAgCB19O1fZdXWoqlOVzIwZM0yFChVsx6KFY6+88kqxV3vV6+l19fr6Pfp9+r2ZSBQQiSoHJ6PdBTVlVo9x48a5zaGkKxGVTNfnp4F1n9lZBEj4ECAIHc1OUmeqld+qPpuIFo8F1VVr1aqV8b7VmdLr6/fo9+n36venK1FAJKscXBiVANE6C51D586d3eZQ05hIsAeHpvhmigAJHwIEoaLquFonoXLlKiGSSN++fe2At9YbaLFZadLv0+/V79d5pCNZQKRbOVg0RTcIzCjS7CxN8dUsKlX6zQQBEj4ECEJj7dpN2zrGN21HOnRo4kFhffNX562CfqrpVBb0e/X7dR6ZXIkUhbaL1e9TyZAoT1/VOhEFga6kMhmnIkDChwBBaDRvvr2+lLZlTURjD7p9pCuAsgqPgH6/zkPnk+mYiA/tL64OtGPHjm5T5AQr1jO5eiRAwocAQSh07/6WOfjgmqZ69f8zP/9c+LdSzX4KBswz6XhKks4jGFj3mZ2VrsmTJ9vfc9xxx2XFqmutMtckAF1NpVvFlwAJHwIEZU7F77QvRLly+5qpU2e6zTGaQhvc/w/LVqQ6j2BgXedXUrSgUb/jtddec5siS2tt9J6eeOIJt6lQBEj4ECAoU9qrWivA1TG0b9/ebY7RIj6tw9BU2pKebZUpnY/OS+dXlMWGiajarV5be3BkMmYQdnpfGtNRAch0ancRIOFDgKBMBVcV6hSSXVUEK8y1HiOMdF46P51nKlu2bDUNGw42b731ldtUKBVK1Gtrh8Bsc+ONN9r3po2qUiFAwocAQZkZMmSIHYRWiYtkmwepFpU6Dq0IL+5FgsVF5xWsWE9VO2vJkjw7WeCuu4a6TYXSlqx63SisOM+UZrDpvWl73FQIkPAhQFAmtPGRbl0oQIYPH+425xPc/1dZkTDT+ek8db7JZBIgqnGl1zz99NPdpqyg7WZ1a05TorWXeTIESPgQICh1+rZ+4YUX2s5ANZKSUUl1VcVVzSeNl4SZzk/nqfNNVgo+kwDp2rWr/ZweeughtylraI91vcdUpegJkPAhQEqA/keuRyKp2rNd27ZtY9+qUw0K9+jRwx571113uU2hpPPU+eq8E8kkQIJy6CNGjHCbsobGP9L5NyZAwid3e7ESlCogUrW7VHhOt0e0+Er7Pmjmiv4844wzbGmLadPy778dZp988om9XaHFd+mUIA86UJVYjwKdp85X551IJgFy1FFH2RlY69Zt33gqG2lVvT4zjfUkQ4CET/q9GNKWKiBStcdT6etKlSrFnpPoEQVaMHbkkUfa8032DT2e7o8rMKPSgeo8db4670TSDRDdElN4qAR6tjvooIPswkKNiSRCgIRPNHqeiEnVqadqD2jFsa4ydOyhhx5qunTpYufO67aP1h5ozcHzzz9v11FEwd///nf7XjR1Mx0aVNXxUXl/gWBdS6JB4XQDRAss9TrVq1d3m7JOtWrV7HvVCvVECJDwSd2LIWOpAiJVeyBYW6Bv7VEunifBBki6JZOXl+c2F2rChAn2OXXr1nWbQk3nq/PW+Rcm3QDR7DS9jlZsZ7tgID3ZWA8BEj6pezFkLAiIVI9ULrroIntcr1693KZIURXZ3Xff3d7amTRpktucUFC1tUWLFm5TqOl8dd46/8KkGyAqFa/X8dk7I2pSfWZCgIRP6l4MGXODItEjlWAHvO+//95tSkgD7kOHDrWD7mF46CpK4wF6H5kWQFTdJz0v3VpJYaHz1XknqluVboAEV22atZbtUn1mQoCET+peDBlLFRCp2gOaraTjMtn+c9CgQQWCKgwPrY/IdBV5p06d7HOfffZZtynUdL46b51/YdINkKi+fx+pPjMhQMIndS+GjAWdZiKp2gM+VyAaX3j66adN69atQ/Fo0qSJnV2j9zFgwAD3dJPiCoQrkHgESPik7sWQsVQBkao9EKzWjvoYiAZGtYWprkIWLVrkNifEGAhjIPEIkPBJ3YshY6kCIr595MiRtoLrnnvuaQ4++GBTv3792BVHUMZC6wBWrFgR/xKR88ADD9j3UrVq1aRz/eMxC4tZWPEIkPBJ3MvBWyYBoquM/v37m6VLl5q1a9eaxx9/3M6+Eq33+Nvf/maPPeyww2ygLFiwwK4P0RqDL774wrzwwgvmtNNOi3/5UNI5n3XWWfa96NZWOlgHwjqQeARI+CTu5eAtkwBxaSWzducLqGptsJgw2SMK1DnstddednX1+PHj3eZCsRKdlegBAiR8otHz5Ajtqa2prldccUW+n+vbe/fu3e03Ue2doQ5KfypYmjdvbqZPn57v+DDr3bu37QQOP/xws3r1are5AGphUQsrQICEDwESEsGVhIJB/0fJZvXq1bPv9dprr3WbCsjGarwLF64wRxxxi7nppqfdpgKoxvs7AiR8CJAQ0RRcbVuqgeZsprGeY4891nYGqu+VTDbuBzJv3nyz8877mBo1rnabCmA/kN8RIOFDgISMQkRlP7LdZ599tq0T3dmUK1fOzJw5023OJ9t2JJw7d649Lp3909mR8HcESPgQIGXsmmuusVV1N2zYYNdINGrUqMAYSLZ65plnbIege996/4lk257omQSIsCf6dgRI+BAgZWzIkCF2equ+iWuq7p133mlWrVrlHpaVfvvtN1OjRg3bKdx9991ucz7qbHWcamuFUVA5OZ1QyDRA2rVrZ4/X7c1so9L+em8aB0mFAAkfAgRlSosmtbuiOgbV8UpEV2majaTyLtoLJUx0PjovnZ/OM5VMA0R7wOi1dasn1RbAUaL3pRmF5cuXT3oFGiBAwocAQZnTbQyVOlEnvHjxYrc5pnHjxrYDqVWrlr16CQOdh85H56XzS0emASLBOFCyWlFRoxX2ek/p1jojQMKHAEEoaD2LOocLLrgg4TiH1slUqFDBHpdpafiSovPQ+ei8dH7p8AmQyZMn2+ccd9xxdl1Q1GlRqRYO7r333nar43QQIOFDgCAUdGvmzDPPtB1EmzZt3OaYGTNmmD322MPsuOOOdlFiWdLv13nofHRe6fIJEKlZs6Z9XseOHd2myLnssssy/iJAgIQPAYLQ+Pbbb21RSU3p/O9//+s2x+iWl+6d67iyChH9Xv1+nYfOJxO+AaKdHfX79K09ylscB1WWTzzxxIzGdAiQ8CFAECo9e/a0ncQRRxyRdDGeSp2rM9UVQCbfYouDfp9+r36/ziNTvgEizZo1s8/VuEsUqRjoPvvsY8e8Ro8e7TYnRYCEDwGC0AnKd1x//fVuUz765q/bR0GHWtKzs/T6wYC5fm+mVx6BogTI+vXr7Td3Pb9z585uc6hp7Obss8+25+6zxwkBEj4ECEJHpU6OPvpo21mkWvehsYdgYF2zuHR8okF4X3o9vW6wQ6R+XyZjHq6iBIiojL8GoPUYN26c2xxKmq1288032/d93nnnZbRNc4AACR8CBKH06aef2lInKm2vfTGS0ewnTaHVWgl1MFoRrrIimdxfL4yer9cJVpjr9fV70p1tlUhRA0SC7W5VeysKK9SbNm1qz1el6ZctW+Y2p4UACR8CBKHVvn1722GccsopaS000yK+YMV60LlqrYFKrKfb6es4Ha/n6fnBa+l101kkmI7iCBBp2bKlfR1VMFDNrDDSlUcQHkWtNE2AhA8BgtBS56POQp2GaoSlS7WotPBOVXGDANCAt3YK1M8ffvhhuyuipgvrT/1dP1e7jgueo+fr56lqW2Vi4cKF9vfp9XVLLNlEgVT0+TRs2NC+llbzh21fGI15BONZCo+iBvC7775rX6tixYpuE8oIAYJQW758ue18NOtJdcMyoc5ZG3GpE9N+80EwJHvoOB2v5xWlc4+nRXOauVW5cuUCv09lPFSyPdlOfMkoRO699177WpoCnaokemnRbKvg/eq2laZo+9J2z7fccov934Be75xzznEPQRkhQBB6w4cPt52HOltt8etLRSp1NdGrVy87thE89Hf9vDiLWGrcRvvbB/ujBw/tg6K9PT788EO7D0YwbqPjMp3WGk8FF4PX0lTfdG75lRSt89BUXZ2LBsx9xzy0v0rbtm1jM+1UC0zTvMNSxgYECCIiuI9+4YUXFvssq+KiWzSPPPJIbNA9eOiWiyrpfvXVV+5T7IwqlW8JjtXUZRUZ9KFQUsjqdY455hgzatQo95ASpSutYIW5Al9TdX1mW4luV+nKRa+l2WYK3Wze1jeqCBBEgmZEaVMldSj6VhoWunJp0aKF3bs8PjS0X73OM91bN/rWfuSRR9rnauylVatWaQ/8x9MV2lVXXRU7j9q1a5spU6a4hxUrBZ4mHaij1+/UOpUxY8a4h6VF4zjVqlWLnb+2PZ43b557GEKCAEFkaKaRbmeohMgnn3ziNpcK3T4ZO3asadKkiZ39FB8a5557runQoYP3FYRuO2lgXztS6vUOOeQQe3vNR//+/WOBpIeuDPStvqhTmwO6CtRCyhtuuCE28UAlVjTW41PsUYs0tRdOcBtOm2h9/PHH7mEIGQIEkdKjRw/bwahzTLeKa1HpNszIkSNtB3fQQQfFOmV1dvq23KlTpyKNzbj0Wlp0Fwwaa/W2qvFmSh15t27d8gWJbnHdeuuttpaXJihkYsWKFXbjJ43daDwieE3NJtPVls+/h85RxSGDMRO91ssvv+w9qQCliwBB5AS72NWtW9dtKjb6pj5s2DDToEGD2Ap0PfRtW1OLtTK9pAsa6iqrUqVK9vcqTOrXr+81IK3OeOjQoXZ8RYszg/eix/7772/OP/98GyqPPvpovunNGrfRzxWSwaZfwUNXgdqGtk+fPt4D9lpvE4wX6XPVVd3q1avdwxBiBAgiJy8vLzbmoBXZxUV1pgYMGGC//e+1116xzlJjEqqBpRlbpd3B6ZaZfm8wDVm38DTjatOmzG8TiT477fyodTVaoBmMW6R6KHg0GUBjHZoqXJQZa99+OydWml6P6tWr20rDiB4CBJE0adIk+61V4wVF6Xw0UK1v0bqaCcYe9FAJFX1jf+ONN0Ix+0f1wbTyXB3+HnscbS644N9m1KjiGVzWQL+mEOu2Vvz0Zv1dPy+uVe7r1m0yTz89ZNvVzPaCiprS/N5777mHIUIIEERWsBvgaaedZtcMpEsLBLWe4Morr8y3Wl3f7rWIUIPNv/zyi/u0UJg7d55p0KCNOfnkp8wZZ3Q1d975npkzx/9qoDRs3fqbGThwlrnkkp7bzrmLqVDhn6Zjx5e8BtsRLgQIIkszgYLaV1qNnYwGgHW7q0aNGvnGATR4q/v8+iacSQiVtU8/XbrtqqmfDZGzznrFPPnkePPTT35jESVp6tRl5qab+sfOs02bsWbVqsynJyOcCBBEmgaVNRCsQWb3dojatGeGFh8G00P1UGkUzST66KOPIv0tWN/s33lnprnoIn2z77rtfb5u3nrrK/Prr2W/0HLZsnXmwQc/suelR8OGg83s2SW7XwtKHwGCyNMMIwWIgkRl4J977jlbQiOYBquH1lRo4FgL3MK6kt1XXt5G83//N8FUqtTNdtbXX9/XfPLJYvewUrFhwxbz8sufmSpVXrPnUqvWm2bEiO/cw5AlCBBkBU0BDcIieGj9w/33328mTJjgHp6V5s1bY+6+e1jsW/99971vFi7MfG2Gr+HD55jLL3/D/u5zz33NvPLKVLNxo18pE0QDAYKs8OWXX9rQ0PoElUsv6fIdYTZ27AJzzTVv24787LO7meefn2hnQJWUmTNXmAYNBsWC6+GHR5nvvy/7mWsoeQQIsoLWRihAnnjiCbcpJ23evNX07DnNnH9+D9upX3ppLzNo0Cw7blJcfvzxF9O69Wg7OK7fUa/eADNtWmar2xFtBAiyQlBoMdX2t7lm1ar1duZT0MlrRtT06d/nOya4cnjhhUn5fh4I2uP16zfTVK3a3f68evXeZvDg2YYq67mHAEHkqVqrBswrVKjgNuF/Zs1aaW67bbDt8C+4oEe+tiAgKlfuZhYsKLiJVmEBovDQ7bEXX5xsfvklujPZUDQECCLvmWeesVcf2osDyY0cOdcOdscLAkKPRo2G5WuLb4+3aFGeWb6ccY5cR4Ag8lStVgGizZmQuSAgGjcebv8cM2Z+oe2AiwBBpC1evNjevjr66KPdJqQpCIj589fYtSS1a79lNm36vZw6AYJECBBE2osvvmivPrQrIPzEB0SHDhPsf3frNrXQdiAeAYJIC/YT99lwCdvFB4RWtas0ilaSB2McBAgSIUAQWd9//72tcXX44YfbfTPgxw0I1dfS31u0+KjQdiBAgCCyunTpYq8+7rvvPrcJGXADQosNg0q/kycvKdAOBAgQRJa2llWAjBs3zm1CBgoLiCA46tR5p9B2QAgQRJK2VNWOhNrqNduq65a2RAHRrNmIWFth7QABgkjq3r27vfq466673CZkKFFAaLGgVpsnagcIEERSrVq1bICMHDnSbUKGkgWE6mMla0duI0AQOXl5eWaXXXYx5cuXN1u2sN8EUFYIEETOm2++aa8+brvtNrcJQCkiQBA51157rQ2Q4cOHu00AShEBgkj5+eefzW677Wb23ntvs2nTJrcZQCkiQBAp/fr1s1cf9erVc5sAlDICBJFy44032gAZOHCg2wSglBEgiIyNGzeaPffc0+yxxx5m/fr1bjOAUkaAIDKGDBlirz7q1q3rNgEoAwQIIqN+/fo2QPr27es2ASgDBAgiYfPmzWafffYx5cqVM+vWsRc3EAYECCLhgw8+sFcfV199tdsEoIwQIIiE22+/3QZIr1693CYAZYQAQej9+uuv5oADDjA777yzWbNmjdsMoIwQIAi90aNH26uPyy+/3G0CUIYIEIReo0aNbIC8+uqrbhOAMkSAINR+++03c8ghh5g//vGPZuXKlW4zgDJEgCDUJkyYYK8+Lr74YrcJQBkjQBBqzZo1swHSuXNntwlAGSNAEGpHHnmk2WmnncyyZcvcJgBljABBaH322Wf26uO8885zmwCEAAGC0GrZsqUNkI4dO7pNAEKAAEFoHXfccWbHHXc0CxcudJsAhAABglD68ssv7dVHpUqV3CYAIUGAIJQee+wxGyDt27d3mwCEBAGCUKpYsaINkO+++85tAhASBAhCZ/bs2TY8Tj31VLcJQIgQIAiddu3a2QBp06aN2wQgRAgQlLn58+ebd955xzRt2tSce+65duaVAmTUqFHuoQBChABBqdJ+Hu+//7554oknzJVXXmnKly9vwyL+ocKJ+vOkk04yq1evdl8CQEgQICgxGzduNJ9++ql54YUXzM0332yOP/74AmGxyy67mLPOOsvce++95o033jDffPON3UCqVq1atl2r0NevX+++NIAQIEBQbGbNmmV69+5tw+DMM8+0Owi6gXHCCSeYevXqmRdffNGWKtm0aZP7MtYvv/xizjnnHPucq666yoYKgHAhQOBlxYoVZvDgwaZVq1amRo0aZu+99y4QFvvvv7+9TdW2bVvzwQcfmJ9++sl9maR+/PFHc+KJJ9rXuuOOO9xmAGWMAEFKuhoYP368ee6558z1119vK+S6YbH77rubqlWr2vLr/fr1MwsWLHBfxovKmGhDKf0OLS4EEB4ECPLRDoDTp0+328feeeed5rTTTjN/+MMf8oWFZkmdcsoppmHDhqZLly5m2rRpZuvWre5LFRuVNQmucPT7AIQDAZLjFi9ebAYMGGDuv/9+U61aNbPHHnsUuLo47LDDzLXXXmueeeYZM2bMGLNu3Tr3ZUrc2LFjza677mrDbODAgW4zgDJAgOSQvLw8M3LkSPPUU0+Zq6++2hx00EEFwmKvvfYyl1xyiXnwwQfNoEGDzPLly92XKTP9+/e3AVKuXDl7Sw1A2SJAcoCuHg488MACYfGnP/3JnH766eaee+4xr7/+upkxY4b71NB56aWX7Lnvs88+kThfIJsRIFlu1apVsZXdxxxzjLnhhhvM888/byZOnGg2bNjgHh4JjzzyiH0/hx56qFm0aJHbDKCUZF2AdL1jh6SPXNOjRw/b2f7zn/90myLttttus++rQoUKNiQBlL6s61HdwHAfuSZY0a2xj9KgleSjR4+2Cwp1Wyx46O/6+bfffus+xYsWFtauXdu+N9XPYrU6UPqyrkfN1aAojAbNVSpE9aa2bNniNheZvvlrzce//vUvu39HYSvPC3vonDQNuFGjRnagXufpQ6FRpUoV+5pasMhqdaB0ZV1PS4D87s0337Sdq273FBeNm/Tp08dcfvnlsaKHwUMD9ZoKfOutt9pFf61bt7Yl2fXno48+an9+/vnn2xXq8c9T8GiB4tChQzMOAYVYsFpd61IAlJ6s62kJkN9p9pU61uHDh7tNGVMZEpUk2W+//WId/1/+8hdz++23m7ffftuWNsmEpgfrtpZCJb4ir1a5d+vWzWzevNl9SkJara4BdT1fQQWgdGRdT+uOeeTq+IfKj+y22252BXeigoXpUEeudSPBSnBN/dVMLtW2Kq7V5zq/d99911x22WX5gkTrPtL11Vdf2am9eu7LL7/sNgMoAVnXq7qhkasBog5ZnanKqPvSqvPg9pDGLTTWoc2fStKUKVNig+N6qBLvkiVL3MMKFb9aXavrAZSsrOtVczEsCnPjjTfaDtin7IcG3LUSPVg/oiuD7777zj2sRGk3Qq1b0e/XLa4PP/zQPaRQCg4FiIJk3LhxbjOAYpR1PS0Bsn0jpz333NPWtcp0euuyZcvsJk7quHVLSFvNlhUN2Ku6r85FoaC90tOhW1jB+evWFoCSkXU9LQFizJAhQ2wHWrduXbcpKa3R+Otf/2qfW7ly5WIryV5UmiqsQNR5abMqVQxORYPpOl6D6xpkB1D8sq6nJUCMqV+/vu08+/bt6zYl9Pnnn5sDDjjAPu8f//hHRrOgSoNKzAf1vDRdN50Q0XE6ntXqQMnIup421wNEHb9u3ahibbpl1+fMmRMLj6ZNm6bVOZcFrXJXaXmdZ8uWLd3mArSmRAsMdbwWHGZ6Ow9AclnX0+Z6gGh6rTpMzV5Kh8Y8gttWCo+wmz17ttl3333t+WrTq1QUGip1ouM1uyvThYoAEsvdnjZLaWGfOstevXq5TQVotlUwYK7pvmG98nBpdpWmFevxxRdfuM0F6PaVbmMFt78AFA8CJIvo27VuRak0yJo1a9zmAjRVV53q2WefHboxj1Q6d+5sz13rVNK5NaWy78FqdZWDB1B0BEgWUbVbdZCqU5WKjt1pp53seElYZltlKqg0rKm+6Yhfra6NqQAUDQGSRVTdNp2xAZUOCVaYl+U6j6L64YcfbIkVlVeZNWuW21wo3f7SBAOtK8mkVAqAgrI+QDZvWGs2rFvp/jjraPzikEMOsRVyV65M/n5V20rhoRXmUdexY0f7XmrWrOk2JaTV+cFqdZU/AeAn6wPk/U5XmJ7Nypstm1PfJ4+yCRMm2I704osvdpvyUVVdfWvXAHRplycpCRq7Oe644+x7nzx5stucUJcuXexz9Fl8+eWXbjOANGR9gHzY5To7rXf5nPFuU1YJSn5ocDmZJ554wh6nwojZ4rXXXrPvqU6dOm5TUtqzRM/TlRur1YHMZX2ATPugvQ2Q6R896zZlFZU/16C41nUkotpSKkyoMYOSrqpbmjSmo71JdFsq0/cVTHvWmBCr1YHMZH2ALP1mtA2Qka/83W3KGiqBrk5QazqS0cZPOk6VerNNcDWRbsHFgKY+a9GlnnvOOeekNSUYwHZZHyCbN64zr/zrD+atlke6TVlDZT3UAWpAORlN79VxWq2ebbRCXe/t5JNPdptSil+tftJJJ0VmQSVQ1rI+QKRf64r2KmT92h/cpqygQWTt3ZHsPv6PP/5oZ2jpVk+2lvM4/fTTbQioZlamVq9ebScW6PmaHgwgtZwIkDE9/2kDZOH099ymyNMMInV6lSpVcpvyUUl0Had7/tnqoYcesu+xa9eublNKWmToewUD5KqcCJCvx3W1AfLZ4OwrYRHc+3/66afdpnzuuusue5zGQbLViBEj7HtUOfpMtW7d2j5Xa2QApCcnAuTHRV/YABn2Qg23KfIqVqxoOz6VZE9G36yz/faMytdrJtZRRx3lNqV0yimn2M9Hm2oBSE9OBMjWrVvMa412M6833VdLtt3myNK9fnV6p556qtuUj8Y8dH//oIMOcpuyjkrTK0S0rW+6FBr6HBUiANKXEwEig//vPHsV8tP3mQ+whtWTTz5pO742bdq4TfloxbmOq1atmtuUdapXr27f69dff+02JRSUdnn88cfdJgBJ5EyATOzX3AbIt5N6u02RdcYZZ9iOb+bMmW5TPsHYQDYPoAe0wl7vdfjw4W5TQmeeeaZ9zowZM9wmAEnkTIDM/ayvDZAJfRq7TZGkFdeauqsV1Kmo4q46yBYtWrhNWSfY4yTd/eBVyl6f4/HHH+82AUghZwJk7Y/zbYAMfKqy2xRJHTp0sB1lq1at3KYCglpRqoOV7dq2bWvfa6qS9oFnn33WHq8pwAAykzMBIr2aH2BevXsXs3XLJrcpclR2Qx3f559/7jYV0KlTJ3usOstsFwSC3nM6ghXoU6dOdZsApJBTAfL+f2rZq5Af5qdf9juMlixZYm+7HH300W5TobgCKdzSpUttAUrN3AKQuZwKkHH9nzBNa+1gRg1M79tpWAVXFA888IDbVCjGQAr3n//8xx57//33u00A0pBTATJp/Ahz/F92MI3urOc2RYqm46rjmzRpkttUKGZhFe7CCy+0x06cONFtApCGnAoQFcyL+owbrSTXQrnDDjss7aqxrAMpaMWKFfZzPPTQQ9P+HAHkl1MBIkHlWoVJFKlQoDrIJk2auE0JsRK9oFdeecV+jo0bZ8e0bqAs5FyA3Hzzzbbj0G2dKAq+YY8bN85tSopaWPlddtll9vMYM2aM2wQgTTkXIMEAdBRnJGnLVW1HqyuJrVu3us1JUY33d7r63Hnnnc2BBx6Y8ecI4Hc5FyCTJ0+2nUzt2rXdptDr0aOHPXcNFGeK/UB+17NnT3vcnXfe6TYByEDOBYjujWs8QN8+o0CVYt9880075lGuXDnb8Q0aNMg9LCV2JPzdlVdeaY/78MMP3SYAGci5ABHt3qcORPWkwkSd/JAhQ8yjjz5q9y/fZ5997Hm6D82mSjVIXBj2RDdm7dq1ZtdddzX77ruv2bJli9sMIAM5GSCNGjWynU06i81Kyvr1682ECRNMx44dTd26de3ArxsUu+22my210bRpU3uuqhYbVI6tU6dOxvfvNf6h5954441uU+QFOzO2a9fObcqnT58+9rhbb73VbQKQoZwMkN69e9tOpHnz5m5TidHe5d27d7eD2X/729/s7SQ3MPTt+Z///Kd56aWXzBdffFHorSatXzjmmGPs8ZlOQd2wYYMpX768HYgP29VXUWzatMnemtMMrFTv6/rrr7ef3Xvvvec2AchQTgZIsJNf1apV3aZioRpLAwcOtKVDLrroIrPnnnsWCAt1eNdcc41p3769+fjjj+2tlXTNnTvXzsTS62hTqUxo9pme5zMQH1ZBrS9dlSWjq77dd9/d7LXXXl63AAHkl5MBopXHGl9QZ1LU++Dq+BUACgIFwiGHHFIgLBQgChIFioJFAVNUqsKrjlCLIjU7K10//fST2Xvvve1EAq1Qj7rNmzfbxaH6nDXDLpkBAwbY42666Sa3CYCHnAwQCRbk6VZRunRLScfrFpNuNQWL8+IfujWlW1S6VaVbVrp1VVJGjhxp1zPodw4bNsxtTijYwlWL6aJOY0h6LzVr1nSbCtD6EB3bv39/twmAh5wNEG3EpM4k2ZqBefPm2cFrDWJrMFuD2m5gaPBbg+DqyDQortskpUmDwipJrqupdIsrasxAOxnq/FWpN6q0ql5XUxrTmTVrltucj25Z/fnPf7af0y+//OI2A/CQswGiQVR1oLfddpv9+5o1a2wF1zZt2thFhvvtt1+BsNBtL02F1TRbTbfVtNswCL6Fa4Bc01nTMXr0aBs8ek/a1jWKatWqZd93s2bN3KYChg4dao/VIDqA4pGTAaJvo1oLoQ5FawKCe+jxD40RaL2IFvBpIV+qxWllTXuD6LyPPPLItMdYgr0zzj77bDuWECWdO3e2564rqXSu+ho0aGCPf+utt9wmAJ5yIkB0e6NXr1522usZZ5xhxw3cwFBHdMstt5gXX3zRTJkyxd7miRJNDKhXr559L6eeeqodLE9FEwjOO+88+xwVmYxKWXMVklTA65HOGJbep64o9WUhk9luAJLLugDRffHBgwebhx9+2A6U6x65GxYHHHCAueqqq2KL93R7IxvoKqJGjRr2PaW7Wn3ZsmW2BLqeo7GesNMtOq0i1/mms22tfPTRR/b4KNY/A8Is0gHy888/22+jzz77rLnuuuvMEUccUSAsNGiq9R66T/7uu++ahQsXxp6v5+kYTcHNFvpMzjrrLPu+dL8/ndXqc+bMsaEahEhYr0R0G1Ebaek8W7Zs6TYnFOxS+Prrr7tNAIqgWAKk6x07JH0Ui22d2qrF083nH3czHVrfYW/TaBA4Piz0d/1cFWc1u2ratGlJO9Dx48fb5yl8solWqx977LH2valsSzq0riQIEU13DduYyPTp020BTJ1fw4YN0w45/fvreZqpFdVNxICwKpbe3Q0M9+Fj3epFZt7n/c3Efs3NkA4XmO6N97Cv9UKDHcxVZ267sth1B/tt9NprrzUdOnQwY8eOtd++M6HpnFpDodfJNpqCHKxWT1UfKqDKv8HtrMqVK4dmdpZK0Qer+e+99960w0P0vws9T7f2ABQvv97dUZSgkE0b8sySrz8yXwx/0ozofJXpff9BBUKoR5M/m2EdLzWTB7Y0U8cP2vYt+3v3ZbycdtpptoNJd+ZSlMSvVteixnRoTCQYWNcU37JcJ6LaXbr1qHNRnat0gzCeAkfP1xa2AIqXf68fJ5MA2frrZrNy4VQz4+NOZnSP+uadxyoUCItud/3J9G97uvlvn0bmm09eN6uXzXRfptjccccdtoNRiZFspNXqmq2kK610Jwto1pKm+Cp49NloxXpplz0ZNWpUrGik1rf47N2hKxVdXSp8snkrX6CspNfrp5BOgGz8ZbW9gnj1nl0LBMbbrY41o7rdaL4a+bz5Yd4k8+vmDe7TS0xQiC+TQdmoCVarayX9xIkT3eaEtF94sGJdIaTB6FTVbotKU6g1W0q/Uw/NlluyZIl7WFr0XvUampEGoPgl7/XT5AZC/COQt3KuefXuXczrTfc17/+nlpnyXmuz8KthNljK0ldffWU7mYsvvthtyirPP/+8fZ9aD5Gq7Ec8DaardlYwHVqD0TfccINdiJlsgkImtOZGM+R0pRMEhxZEFrVmVbC4slOnTm4TgGJQagESVuoENUCrOknF1SGG1b///W/boWq6c6ZjPlqY2LZt23wlXlSSXjPetFGVZn5lYvny5XZfFm3spFtU8cHRrVu3YpkFpnU+uvLyvYIBkFyx9PBRCYtEdItDndfXX3/tNmUVjQlotb3e6ymnnJLWanWXBrZ1S0w1wdxNsTRdVp+lQkE7BLZu3drWFtOfqh+mn59//vlm//33z/c8VQbQmhWN0RS2iZYPTSDQa1epUsVtAlBMiqXXj3qAaJ8OdTa5sNBMA+TBraILLrggrdXqiaxatcpOsdXYSMWKFQstEVPYQ+MpCjCtURk0aJDJy8tzX7rIVIlAv0uLRQGUjGLp9aMeILr/rs5Ge3jkAp/V6unSanFV+tXtKQVy8NDf9XOtNSkNJ5xwgp1FVtKD/kAuK5ZeP+oBsmjRItuZqtBirli5cmWsCvE999zjNkfajBkzcu7fEygLxdLrRz1ARAPCmmGke/y5QqvVDz74YNvZaoA8ynQrTlvavvDCC/b2mN7T448/7h4GoBgVS6+fDQFy9dVX207nk08+cZuymsqhB6vVtSYmKjThoWfPnglL9Ov9aE0JgJIT7V6/GD355JO249F6iVyjVd/BanXt1Bg2WkWuwfaHHnrIlujXlOv4sNBDM8C06FDlTrRq3WeGGYDMECD/M27MKHP0gTuYh5rc6DblBK3lCFarl+VVmAb4VQAxKNF/+OGHFwgLlejXdODmzZvbxYbxJfoBlB4C5H/W/5xn7q25k+l4z9FuU87Q+IE66ExXq/vS7C+V3FehQ9UkS1WiX8elKtEPoPQQIHFsYcc7dzQb1q10m3JGsE+6VqsX9wpuXSnoikFXDrqC2GOPPQpcXeiKQ1ceugLxKdEPoPQQIHFGv36rnQyw6KvhblPO0Gr1+vXr28785JNPNmvWrHEPSYvGIDQWobEljU0Em0HFPzSWcemll9qxDY1xfP998ZToB1A6CJA4M8e8ZANkypDH3KacotXqKlWiTl6r1VNNbVbdqqlTp9qihSqVUqFChQJhoVlSmi2lWVOaPZXtZWOAXECAxFm5YIoNkOEvXu425RzdOqpUqZLt/HVLKX7cQavJ33rrLdOkSRO7c+Guu+5aIDC0pe5NN91kZ7VNmjSpSCVTAIQTARJHm129dk8507NZebcpJ8WvVj/zzDNNzZo17S6Fblho0F17eGjh3vDhw9l7HMgRBIhjUPsq9iokb0Xp7sAXVqolpam9QViUK1fOVri977777NTfuXPnuk8BkCMIEMcnfe+zATLn07fcppylnf2aNm1qS6RrfAQAhABxKDgUIBP6NnGbAABxCBCHbl0pQAY9fY7bBACIQ4AUQoPor96zqx1UBwAUjgApxPsv1rRXIZrWCwAoHAFSiCnvtbYBooWFAIDCESCFUCkTBYhKmwAACkeAFGLDzz/aoop9HzvRbQIA/A8BksDwFy4zw16o4f4YAPA/BAgAwAsBAgDwQoAAALwQIEloJlayBwDkMnrBJNzAcB8AkMvoBZMgKAAgMXrHJAgQAEiM3jEJAgQAEqN3TMId82D8AwB+R0+YhBsaBAgA/I6eMAnCAgASo3dMggABgMToHZMgQAAgMXrHJAgQAEiM3jEJAgQAEqN3TIIAAYDE6B0BAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF7+H2fRKqaGZNHTAAAAAElFTkSuQmCC)
| Product Number | 3H37-3-Z6 |
| CAS | 863305-83-3 |
| MDL Number | MFCD03791200 |
| Molecular Formula | C15H10F3N5 |
| Molecular Weight | 317.275 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 230-232 ℃
TSCA: Not listed on TSCA inventory